再訪廣島
【德】麥考·帕默 著
郎倫友 譯
第五章 第一節
5.1 熱釋光法檢測的校定
正如在第2.8.3一節中所詳細說明的,這個詞指的是對被逐步加熱的陶瓷材料所發出的光的觀察;這種方式產生的光的強度是與γ-射線的劑量成比例的,這種材料暴露得比較早,而且可能已經是很久以前的事了。
在這個程序中的關鍵步驟是確定激活的γ-射線劑量與由此產生的熱釋光強度的關係。這種關係會受到一件具體的陶瓷的化學成分的影響,因此檢測必須對每個樣品進行經驗性的校定。為此目的,這兩項研究用的是相同的花招:他們首先把檢測的磚瓦進行加熱,以獲得由於轟炸造成的一個未校定的熱釋光法檢測值。這個加熱觀察會清除所有抑製熱釋光的材料,然後再用實驗室已知劑量的γ-射線對失活材料進行輻照使其恢複活性。根據對樣品再次加熱時釋放的光的量值,就能確定反應劑量的比例;然後以此來校定γ-劑量,這樣就會產生第一次檢測的熱釋光信號。
除非另有證據,人們必須假設放射性的效率由於撞擊的γ-粒子的能量不同而不同。為了說明這一點,橋本等人【80】使用了各種聲稱與原子彈輻射能光譜相匹配的組合輻射源。(腳注1)而東村等人【79】用的隻是一個鈷60輻射源。
圖5.1 磚瓦樣品的熱釋光曲線。根據橋本等人【80】著作中的圖6A和圖10B繪製。
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)
Light intensity(mv):光強度(微伏); Heating time(min):加熱時間(分)。
樣品在30分鍾內由環境溫度加熱到300℃。 A:據說是一個典型的熱釋光輝光曲線,是從“一個樣品上得到的。”陰影所表示的信號曲線的區域是用來確定被吸收的γ-射線的劑量的。 B:一個在實驗室輻照的樣品的輝光曲線,顯示有兩個峰值在大約1.4分鍾/140℃(p)和1.8分鍾/180℃(q)分別重疊。輻照40天後,p消失了,而q依然存在;有了這個資料,橋本估計它的壽命為67萬年。
表麵上看,橋本等人【80】采用的校準程序似乎更好一些,然而有充分的理由懷疑他們的結論。在他們的一項實驗中,為了確定熱釋光的分布深度,他們把一塊磚切成了1厘米厚的片。(腳注2)其結果被再現於圖5.2A中。現在,這個分布的深度依據激活的γ-射線能量光譜而定,因為軟(即低能)輻射在接近表麵的地方會消耗殆盡,同時硬射線就會穿透更深的層麵引發輻射。因此,這個實驗對於證實作者們關於原子彈光譜的假設是一種很好的方法,而且還能觀察隨著與爆炸中心距離的增加,這個光譜的變化。然而,非常奇怪的是,這個實驗僅僅進行了一次,僅僅是在實驗輻照過的樣品上,而不是在自然的樣品上。這就在諸多問題之中提出一個疑問:整個這項研究是如何在嚴肅認真的同行中審查通過的?
圖5.2 實驗室輻照的磚塊熱釋光強度的深度概況和長崎的表麵被高溫燒毀的屋瓦
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)
Relative total light emitted:相關的總發射光;Depth in brick(cm):磚的深度(厘米)。
A:暴露於γ-射線的磚,切成片後,每一片分別測得的熱釋光強度。根據橋本等人【80】著作的圖7複製。 B:一塊在長崎找到的表麵起泡變得粗糙的屋瓦。照片源自石川等人【8】的著作,石川斷定所看到的效果是由原子彈閃光造成的。
【腳注】
1:橋本等人【80】利用的輻射源是鈷60、銫137和一台產生高能X-射線的直線加速器,這種高能X-射線與X-射線隻是源頭不同,而不是性質不同。沒有提供比例和X-射線的能量,而且也沒有詳細說明假設的原子彈γ-光譜。
2:如果真是這樣的話,這些作者們卻沒有說明在切割磚塊的時候采取的避免磚塊受熱的措施,這樣做可能會提前觸發熱釋光,進而耗盡熱釋光。
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